Cantenna
A (can + antenna) is a homemade directional waveguide antenna, made out of a metal can or pringles can. The metal can is acting as a waveguide forces electromagnetic waves to travel in one direction.
Inside the can, RF energy bounces off the metal walls and forms patterns called standing waves.
Radiation Pattern
An antenna doesn’t send signal equally everywhere. It creates a radiation pattern — basically: where the signal goes and how strong it is in each direction
These patterns define an antenna’s coverage, focusing energy into specific shapes, to maximize efficiency in certain directions (directional) or all directions (omnidirectional).
Omnidirectional antennas
An omnidirectional antenna sends signal in all horizontal directions (360°).
like a shape of a donut or a light bulb shines in all directions, signal spreads around horizontally, very little goes straight up or down.
Lower range in any one direction and wastes energy sending signal everywhere.
Directional antennas
A directional antenna focuses signal in one specific direction. Like a beam or cone.
like a flashlight, focused beam in one direction.
Longer range. Stronger signal in one direction. Less interference.
Gain
Gain is how much the antenna focuses energy. Measured in dBi
Example:
- Omnidirectional: 2-5 dBi
- Directional: 8-20+ dBi
Higher gain = narrower beam + longer range
Beamwidth
The angle where most signal is concentrated
| Type | Beamwidth | Coverage |
|---|---|---|
| Omni | ~360° | Wide |
| Directional | 10°-90° | Narrow |
2.4 GHz Cantenna
Standard 2.4 GHz Wi-Fi runs at:
2.4 GHz = 2,400,000,000 cycles per second
Radio waves travel at the speed of light:
v ≈ 300,000,000 meters per second
Wavelength formula:
$$\lambda = \frac{v}{f}$$
- $\lambda$ : The wavelength, usually in meters (m)
- ${v}$ : The speed of the wave, in meters per second (m/s)
- ${f}$ : The number of wave cycles per second, in Hertz (Hz)
$\lambda = \frac{300,000,000}{2,400,000,000} = 0.125$ meters
So a 2.4 GHz wave is about 12.5 cm long, but Wi-Fi is not one single frequency, the 2.4 GHz band actually ranges from: 2.412 GHz to 2.472 GHz
Each channel is slightly different, but let’s say the frequency is exactly 2.4 GHz then wavelength ≈ 12.5 cm
If frequency = 2.437 GHz (center channel 6)
- Wavelength ≈ 12.3 cm
If frequency = 2.462 GHz (channel 11)
- Wavelength ≈ 12.18 cm
So the difference between channels is only a few millimeters, so for practical cantenna builds use 12.3 cm as the working wavelength, it targets the middle of the band, it works well across all channels
after all at 2.4 GHz, a few millimeters won’t effect much.
The Probe
A small piece of copper wire connected to your Wi-Fi adapter. It sticks inside the can. Inside the can, waves reflect off the back wall.
You want the probe placed where the:
- Electric field is strong
- Energy transfer is efficient
- Impedance is close to 50 ohms
That happens at roughly $\frac{1}{4}$ wavelength from the back wall
$\frac{1}{4}$ of 12.3 cm = $\frac{12.3}{4}$ = 3.075 cm
Antenna Polarization
Radio waves are electromagnetic waves.
They have:
- An electric field (E-field)
- A magnetic field (H-field)
Polarization is the direction the electric field oscillates.
If the electric field moves:
- Up and down = Vertical polarization
- Left and right = Horizontal polarization
- Rotating = Circular polarization
If you rotate a vertical antenna 90°, it becomes horizontal.
antennas must match polarization.
If both antennas are:
- Vertical = maximum signal
- Horizontal = maximum signal
- One vertical + one horizontal = major signal loss
Cross-polarization loss can be 20 dB or more
The polarization of a cantenna depends on the direction of the probe wire. If the probe is:
- Vertical = vertical polarization
- Horizontal = horizontal polarization
So if your router antennas are vertical your probe should also be vertical.
| Parameter | Value |
|---|---|
| Frequency | 2.4 GHz |
| Wave length | ~12.3 cm |
| Probe length | 3.0-3.1 cm |
| Probe distance from back | 3.0-3.2 cm |
| Can diameter | 7.5 - 10 cm |
| Minimum can length | 12 cm (longer is fine) |